![]() Section 1: Introduction to PAS for OE and JSDO In this hands-on workshop, you will use the recently released open source version of the JSDO library to integrate Pacific Application Server for OpenEdge with the Telerik Kendo UI in mobile/web hybrid apps. ![]() 56Ī Sexy UI for Progress OpenEdge using JSDO and Kendo UI © 2015 Progress Software Corporation. 50 Section 6: Kendo UI Sample Consuming Advanced JSDO. ![]() 46 Bringing the Advanced Sample Code into OpenEdge AppServer. 36 Section 5: Advanced JSDO - Paging, Filtering and Sorting on the Backend. 34 Creating the Mobile App Workspace and Telerik Platform Project. 32 Section 4: Using OpenEdge Data with Telerik Platform Template. 31 Testing the Service in the Browser (JSDO Service). 27 Select the Resources to Make Available. 19 Create the sports project.19 Creating a Business Entity to Expose Data. 13 Section 3: Exposing OpenEdge Data as REST with PAS for OE. 4 Configuring the Development Environment. 3 Section 2: Configuring PDSOE Demo Machine on Progress Arcade. Ricardo Perdigao, Solutions Architect Edsel Garcia, Principal Software Engineer Jean Munro, Senior Systems Engineer Dan Mitchell, Principal Systems EngineerĬontents Section 1: Introduction to PAS for OE and JSDO. A Sexy UI for Progress OpenEdge using JSDO and Kendo UI
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These three matrices should be representative of some of the common forms of system matrices. A state transition matrix P characterizes a discrete-time, time-homogeneous Markov chain. ![]() Matrix 1 is a diagonal matrix, Matrix 2 has complex eigenvalues, and Matrix 3 is Jordan canonical form. The sections in this chapter will discuss the solutions to the state-space equations, starting with the easiest case (Time-invariant, no input), and ending with the most difficult case (Time-variant systems). The resulting equation will show the direct relationship between the system input and the system output, without the need to account explicitly for the internal state of the system. Once the state equation has been solved for x, that solution can be plugged into the output equation. ![]() Because this is a first-order equation, we can use results from Ordinary Differential Equations to find a general solution to the equation in terms of the state-variable x. 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She has already built several bipedal robots, most of them quite small in size - but each one she builds is always larger and more impressive than the previous one, as she slowly works towards her goal of building a robot as tall as the school building.Īmong the personas that are currently implemented in the game, she is a Teacher's Pet. She is known to exhibit an overbearing enthusiasm for mecha anime. This dream was inspired by the giant robots present in Japanese animation. Meka Nikaru has dedicated her life to specializing in the field of robotics in order to achieve her lifelong dream of building a giant bipedal robot. ![]() She has a slight ponytail in the back of her hair. When in the Science Club, she will wear a white lab coat and a scientific visor. She has long, gray hair with two strands coming down both sides, with purple streaks in it, and purple, circular, eyes. Meka wears the default school uniform, unless customized by the player. |
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